Lossless Compression of Weak Electrical Signal of Ginseng Molecule Based on Discrete Wavelet Transform and Siesta Program

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Abstract:

This paper proposed the electron density of time series by using the Siesta software to calculate the weak electrical signals of ginseng molecule, combining with the lifting scheme DWT to remove ginseng molecular spatial redundancy. For the acquisition and identification of weak electrical signals of ginseng molecule in physical environment , based on the analysis of collection and identification’s principles, the noise coefficient is removed to reconstruct the signal and retain the useful signal components through applying the multi-decomposition of DWT transform to divide weak electrical signals of ginseng molecule into wavelet coefficients of different scales. The experimental results show that the multi-resolution analysis of DWT transform is performed for the weak electrical signal of ginseng molecule with different rhythms and different frequency ranges, and the weak electrical signal size of ginseng molecule before and after compression, the percentage of high frequency coefficients set to zero, and the average energy percentage after compression are, respectively, increased to 77.73%, 46.88%, and 99.99%. This algorithm operates fast enough to ease hardware implementation, providing an effective method for lossless compression of the weak electrical signals of ginseng molecule.

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Advanced Materials Research (Volumes 986-987)

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1950-1953

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July 2014

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© 2014 Trans Tech Publications Ltd. All Rights Reserved

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[1] X. Wu and G.Y. Ji: Applying harmonic wavelet packet detecting weak signal, vol. 33, no. 6, 1-3 (2010).

Google Scholar

[2] H. Yi and Y. Chai: An Improved Method of Wavelet Analysis for Weak Signal Detection, Sichuan University of Arts and Science Journal, vol. 22, no. 2, 44-47(2012).

Google Scholar

[3] C. Guo: Wavelet Packet Analysis in the Detection of Weak Signals in the Civil Craft Cockpit Background Sound, Civil Aircraft Design and Research, vol. 30, no. 5, 510-513 (2010).

Google Scholar

[4] C. Li, L. Yin, D. Chen and X. Tang: Threshold of Denoising Weak Electrical Signals in Plants from Daubechies Wavelet Transform, 2013 International Conference on Computer Sciences and Applications, 600-603(2013).

DOI: 10.1109/csa.2013.145

Google Scholar

[5] C. Li, C. Xie and S. Li et al: Lossless Hyper-Spectral Image Compression Based on XCJRCT, Discrete Wavelet Transform and Set Partitioning In Hierarchical Trees Coding, 2011 International Conference on M.

DOI: 10.1109/mec.2011.6025636

Google Scholar

[6] Soler J M, Artacho E. Gale J D, et al: J Phys Condes Matter, 11, 14(2002): 2745.

Google Scholar

[7] Andreoni W, Curioni A. Parallel Computing, 26, 7-8(2000): 819.

Google Scholar